please solve this question AND FOLLOW THE INSTRUCTIONS BELOW (FORMULA 10 IS THE SECOND FORMULA)

Also please follow these instructions: Please note that I'll be forbidding the use of formulas [4] on page 1125 and [10] on page 1130. I'll require you to begin any line integral or surface integral problem with a parametrization of the curves/surfaces in question. Also- note that if you decide to use the FTC for line integrals, Green's Theorem, Stokes's Theorem, or the Divergence Theorem, |'|l require you to show clearly that the given theorem is appropriate to the problem at hand. There is quite a bit of discussion about this in discussion forum that was due on July 17th. The above-mentioned formulas are: Consider the vector field F (x, y, z) = (z, y, zac) And also consider the surface S of the tetrahedron enclosed by the coordinate planes and the plane + co / 83 + = 1. You may assume this surface has outward orientation. Take a swing at the following two tasks: . Parametrizationface. Hint: You will need multiple parametrizations. . Calculate the flux of F through S . If you use any theorems, make sure you clearly state which theorems you are using and how they are appropriate for this problem. DO NOT USE FORMULA [10] ON PAGE 1130. IT WILL BE A MAJOR DEDUCTION IF YOU DO